@keyframes rwdcur9806 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEklEQVRYhd2XS0ycVRTHf+cwIYEFC1O1UkHKQyuF6lSFxhIFrDG66XoWxO6Mb6vGlKYtpLTAoitj1IUuXBE3Jo2PBT4KhEyLFvqKSAVJhb6sxJgubID57nVxvw+GGb6ZYSZx4Ukmk8C95/zv//7P/9yB/0FE/M9/H6eH99v4qbcs8DiwKZ8cWkD9iKqACsAeoJo8mCgEgCKCiABEgbvyyVfQ3ak7fZAnr8PkAiBYk0j9h6igNv/9kAX17K9H7cxU9zKwE9icul5FkFUW0nJ//80rdvCrl5eBRwkRaSYAERF3ypmprjGgFShP3iMiqKwLQIcGX/dQQdzqVqCKdRjPyMDWuiPNIoAI078cGQBakkFoka7HgI7+8Kan6hh69oWPRoB7w2plApAA5qrrumIqIAiXJ7vWgBBZI0QAPT283xO/Pdue+yAOzAHj/neaDrIp9xYwWv1gd0xUEYHLP68yoaJBGyYA/Sn+zh1VQQWean8/DswCXwOjfq60CFVQCshyoGVmqnvAWIsxlm3bj3YAt4F6gImx9/qsMXgGmnafSC1+HTBhybOF8ROM1m7rjjl2nfmIgAhnRDijRYKo0rT7xEiuxcMYCDOVgIkngegnH8faW1pq6xMJz1w4Pz/00qufDywueXXLy14pcA6IZyhu8PWwpi1uXuu3WLCAtYA1BJRbA8ZattYe3ivC8NOtD71WVlZSbIyhofH+PSWlxT/C0vTY6LufWWMwxuIZg/EsnrFYz8NYi+cZnnn+w2afpYXkk64BE7Sf4Pxe1P+bu/PbRb76VRVVjahIpYgsqPrm5M8J1ynOT0QEVQVox/eFNUU3bznwBG6yRVMB+bHSRjO//TlUU3N3eyJhIoPfTv4jIiAQbepvs5ZdueSAdA1swo3VsMmmv8/2fGk9aNx57MXSkuIaVam0wKnBN/YZY2mIHt9r3XwwhN//X/hXkIpwAfg7rPj8leN3rLEglsXFRB0wLSJjACKyT9RyaeLgyYZobwc5ijAXHwDQa3O9nrVgraGi6tAIcBZ42xWnDSibvHj4pDEGz1h2RHtj5NCGufiAXp/v85wZQ0XVocBezwULrGWXtfBwY0+HiFIkwqWJzrTZkQ8AvXG1z/NPyZYHDiY7XDxpXRR3ynj9jp5Y0AEXxg9kBZERwI2r/SsnL6/oXM9eg4iQ5JjbHzkWE38aXjy7AuKejQJYEeh9FZ252msSiN6Y6Ip5PAZUsk5bZhJhBPeSacXN8/GU4sXAor/2C+BT4DtgiaQB5hf/AxgCzpPiA5nehAngir9RccK7RQZFJ0XAxBCOOePnSnsPZHuUBr4QANpIGOCmnyN0fy6v4o0W3tD+Qn6YpBbJ5WrSopAfJgZoxk02cP6+YRCFAEiwKjAIEVm2+BdY6XZ7GolUoQAAAABJRU5ErkJggg==) 5 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhd2XS0ycVRTHf+dASGDBwlTb0oIoJSpC7VRLG0sUsMboputZELszvq0aA02baCiPRVfGqAs3rojLxscCYwuETIu21LZJNyip0JeVGNOFDWW+e1zcO8MwzDczDokLTzKv7/vuOf977v/8zxn4H1h1eP33dmbysKVOv2PAU8CmSnzoBuJXqwqoABwAHqaCTGwEgCKCiAAkgPsq8behs1O/+4yfijZTDoDMM+n8G6KCWuXroTRqA1aA3cCW/OdVBFnNwjrfP3z3mo1/8+oKsIsYkhYDkJudGaAbaMhdIyKoFASgE+NvRqgg/uluoJkCGS+Vgb0538eArlwQWqWFMqDTp96OVH2Gnn/psylgc1ysYgDSwAKQjAMhsoaIAHpm8nAkoTx7XvgkFXycD5/reFAqA7eB6TgQKpopwzSgP6Xeu6sqqMAzvR+ngHng2+DjdqEAsQzKA9kQgo7lXO8D7gBtALMzH4yYc0QOOvefyA9+A3BxzkuZCw7yM5EQARHOinBWqwRRpXP/ialyg0PhDMSJSiYTTwOJLz5P9nZ17WhLpyN38efFiVde/2ps+V7UurIS1QEXgFSR4I7AhzVlcev6qGG++M0AczgznDPMgTPjoR3HDoow+Wz3I2/U19fWOOdo79h+oLau5ke4Nzcz/f6X5hzOGZFzuMiInGFRhDMjihzPvfjp3pClpdydrgEj4t8Er/ei4Zo/8ztVgf2qiqpWq0iTiCypBnEKfcJXildNEUFVAXoJurAm6JZt/XvwnS2RDyhYtox++fWPiZaW+3vTaVc9/v2Vv0UEBBKdoz1m7CvHB6znwCZ8W43rbPrb/ODXFkHH7uMv19XWtKhKkwGnx9865JzRnhg6aL4/OOLP/0/CEeQjXAL+igu+eHXorjkDMZaX063AnIjMAIjIIVHj8uyRk+2J4T7KJGE5OgCg1xeGIzMwczQ2H50Czs3PffSuc0brox/2APVXLh076ZwjcsbOxHCSMsqwHB3QG4sjEQgCNDYfzcjrBcGrnhn7zOCxjsE+EaVKhMuzA+t6RyUA9Oa1kQh8BWx78EiuwqU8sxU84RyQats5mMxUwMXz/SVBFAVw89poducNjQPr5DUoIXi2ZxXz8SeOJyV0w0vnsiAe+LcAsgTd2jhQUF5ldSbMWA6I4aRoVjyeBJooUJZFR7Kt2/v34IeJzfiWuoZUglfNPMuCaN81lAzBfyeGiMUApIGrwAQ+Uwv4lpp1JPEjWQbEBD5zLvhaNw+UGkozupABtNZEUIutMAfcCj4Kry8DQOzCEB8rPBOWtR429sckgMhORLGpKLp+A7Gr8eN6b/h9CpilxI4LOanU0qwSDGJIVsr+AcbxZYFh4YWXAAAAAElFTkSuQmCC) 5 5, auto;}
}
div.testarea{
animation:rwdcur9806 0.8s linear infinite forwards;
}
